Critères d’acceptation des échantillons
Publié le
05 décembre 2018
PARTAGER SUR :
Cet article doit permettre au demandeur de connaître les motifs pour lesquels un prélèvement est susceptible de ne pouvoir être traité par le laboratoire et faire l'objet d'un avis de non-conformité.
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
d9wjCLb2mq0kttV1